SWASH – nearshore wave-flow modelling
The governing equations of SWASH are the non-hydrostatic, non-linear shallow water equations, and optionally the equations for conservative transport of salinity, temperature and suspended sediment. The need to accurately predict small-scale coastal flows and transport of contaminants encountered in environmental issues is becoming more and more recognized. In principle, SWASH has no limitations and can capture flow phenomena with spatial scales from centimetres to kilometres and temporal scales from seconds to hours. Yet, this model can be employed to resolve the dynamics of wave transformation, buoyancy flow and turbulent exchange of momentum, salinity, heat and suspended sediment in shallow seas, coastal waters, estuaries, reefs, rivers and lakes.
Practical questions like ‘How does one schematize an area of interest in SWASH?’, ‘Which model parameters are present and how should these be applied and/or calibrated’ and ‘How can we post process and interpret the model outcomes?’ will also be discussed in detail in this course.
Some areas of applications
- surf zone dynamics, infra-gravity waves, wave run-up, wave overtopping
- wave-wave interactions, wave-current interactions, wave-structure interactions
- buoyancy-driven flows, turbulent flows, turbidity flows, wind-driven flows
Objectives of the course
- learning the basic theory of waves and flows in coastal areas
- basic principles of modelling of these waves and flows in the SWASH model
- enhance your SWASH modelling knowledge and skills
- introduction on waves and flows in coastal waters
- basic physical and numerical concepts of the SWASH model
- possibilities and limitations of SWASH
- hands-on exercises
Who should participate?
This course is aimed at project engineers, researchers, PhD students.
This course was part of the Delft Software Days – Edition 2017 (DSD-INT).